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Regenerative randomization: theory and application examples

Author
Carrasco, J.; Calderón, A.
Type of activity
Journal article
Journal
ACM SIGMETRICS performance evaluation review
Date of publication
1995-05
Volume
23
Number
1
First page
241
Last page
252
Repository
http://hdl.handle.net/2117/23553 Open in new window
Abstract
Randomization is a popular method for the transient solution of continuous-time Markov models. Its primary advantages over other methods (i.e., ODE solvers) are robustness and ease of implementation. It is however well-known that the performance of the method deteriorates with the Randomization is a popular method for the transient solution of continuous-time Markov models. Its primary advantages over other methods (i.e., ODE solvers) are robustness and ease of implementation. It is however well...
Citation
Carrasco, J.; Calderón, A. Regenerative randomization: theory and application examples. "ACM SIGMETRICS Performance Evaluation Review", Maig 1995, vol. 23, núm. 1, p. 241-252.
Group of research
QINE - Low Power Design, Test, Verification and Security ICs

Participants

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